KBrowser for Palm is the most popular WAP microbrowser running on the Palm OS. KBrowser for Palm runs on devices using Palm III, Palm V, and Palm VII platforms. Intuitive interface and file downloading/updating capabilities provide ...
2-factor app for Palm which supports the same keys as Google Authenticator. Unlike Hotpants, this version takes up much less space and supports OS 2 and 3.
(This is a brand new 2024 ...
No description available. Want to contribute? Register or login to edit this post with your description, screenshot, files, and more!
FFMPalm is a universal video conversion utility made by PalmDB, for PalmDB!
FFMPalm grabs your favorite videos from local storage, DVD, or the web, and tailors them specifically to your Palm device–with over 80 device profiles to choose from! ...
iRogue is a game for the PalmPilot (or other handheld computer that runs the Palm OS). It is open-source freeware available under the GPL. It is derived from two versions of rogue (rogue 5.3-clone and urogue).
Rogue is old, for a computer game. ...
Application Usage Hack runs in the background and keeps a tally on the number of times different applications are used, the total time those applications have been used, and a grand total time.
Results can be viewed in a raw format (i.e. as ...
No description available. Want to contribute? Register or login to edit this post with your description, screenshot, files, and more!
Grab the pencil tool and construct tracks filled with ramps, hills, and jumps, and then send your virtual sledder down the route. Play the addictive Puzzles mode to test your mastery of the lines, share your creations with other fans and publish them ...
Razor! for Palm devices is a development framework for games. It can be used with both CodeWarrior and PRC Tools. It supports sprites, music, hard keys, timing, events... Check it out!
The object of the game of Checkers is to capture all your opponent’s pieces. Pieces move one square at a time diagonally towards the opposite side of the board such that they always remain on the same coloured squares.




















